Masalah Matematik Murid Khas

7/31/2019 Masalah Matematik Murid Khas

http://slidepdf.com/reader/full/masalah-matematik-murid-khas 1/18

6*> ôjbojfcfj

^xi}o} ~ojbf`fxfj lfj ~odhocf`fxfj lfcfd hgcge lfx`fk flfcfk }f|u hglfjb

wfjb kfjwf lgafkfdg lfj dfd~uefj lgf~cgef}gefj icok buxu lg lfcfd eocf}* ^xi}o}

~ojbf`fxfj lfj ~odhocf`fxfj lfcfd Df|odf|ge fbfe hoxhopf lojbfj }uhòe$}uhòe

cfgj* ôjloef|fj ~ojbf`fxfj Df|odf|ge flfcfk docghf|efj ~ochfbfg }|xf|obg wfjb

~flf f}f}jwf dodhoxg ~odfkfdfj eo~flf duxgl* Df|odf|ge hicok lg~ocf`fxg

lojbfj hfge f~fhgcf ~xibxfd ~odhocf`fxfj Df|odf|ge |ox}ohu| dodaieu}efj

eodfkgxfj jidhix f}f} }o~ox|g dojbojfc jidhix# dojbgxf# dojbueux lfj

dojwf|fefj rfe|u wfjb hicok |oxu} lggd~cgdoj|f}gefj lg lfcfd eokglu~fj doxoef*

8*> Cf|fxhocfefjb Duxgl

8*6 Dfecudf| ôxghflg Duxgl

Cf|fxhocfefjb ~oxghflg duxgl wfjb lg~gcgk gfcfk }oixfjb duxgl cocfeg

hoxhfjb}f Docfwu* Lgcfkgxefj lg Ki}~g|fc Ho}fx G~ik ~flf 6= @ucfg 6772* Duxgl gjg

hocf`fx lg |fk j cgdf Jfdf }fdfxfj d xgl gjg gfcfk D kfddfl Wf gl D kfddfl



hocf`fx lg |fkuj cgdf Jfdf }fdfxfj duxgl gjg gfcfk Dukfddfl Wfpgl Dukfddfl

8*= Mgxg$Mgxg Duxgl

ôdoxkf|gfj wfjb lghuf| |oxkflf~ Dukfddfl Wfpgl dojujùeefj hfkfrf

lgf huefjcfk }oixfjb duxgl wfjb dod~ujwfg eocodfkfj lfcfd eodfkgxfj }i}gfc*

Kuhujbfj lojbfj xfefj$xfefj dojujùeefj Dukfddfl Wfpgl }oixfjb duxgl wfjb

fbfe ~oxgfjb* Jfduj lfcfd eoflffj |ox|oj|u Dukfddfl Wfpgl dod~ujwfg

df}fcfk lg}g~cgj }o~ox|g dodhuf| hg}gjb lg lfcfd eocf} lfj eflfjb efcf }oxgjb

docfjbbfx fxfkfj buxu* ôdoxkf|gfj |oxkflf~ Dukfddfl Wfpgl lfxg }obg mfxf

hocf`fx dojujùeefj Dukfddfl Wfpgl }oixfjb duxgl wfjb dfku hocf`fx lfj

dojud~uefj ~oxkf|gfj |oxkflf~ ~ocf`fxfj* Jfduj feghf| lfxg~flf eocodfkfj

lfcfd df|f ~ocf`fxfj }o~ox|g Df|odf|ge f|fu df|f ~ocf`fxfj cfgj dojbfeghf|efj

Dukfddfl Wfpgl }oj|gf}f eo|gjbbfcfj lojbfj efrfj$efrfjjwf wfjb cfgj*

=*> Df}fcfk Df|odf|ge

Duxgl wfjb dod~ujwfg df}fcfk Df|odf|ge gfcfk duxgl wfjb euxfjb



df}fcfk hfbg ~odhfkfbgfj* Lgf cfjb}ujb |glfe dfd~u doj`frfh }ifcfj jidhix ?#

1# 2 lfj ;* @gef lgcgkf| ~ucf hfbg _`gfj ^xibxo}ga gfg|u }ifcfj jidhix 6? lfj 61#df}fcfk Dukfddfl Wfpgl cohgk eo|fxf* Lgf cfjb}ujb |glfe dodkfdfg mfxf

doj`frfh }ifcfj ~odhfkfbgfj f~fhgcf bfbfc dojbbujfefj òjg} hoj|ue cfpgd wfjb

}o~f|u|jwf hfbg }ifcfj ~odhfkfbgfj* Icok g|u df}fcfk ~odhfkfbgfj jidhix ~oxcu

lghoxg ~oxkf|gfj lfj cfjbefk$cfjbefk |ox|oj|u ~oxcu lgcfe}fjfefj uj|ue dojbf|f}g

df}fcfk duxgl gjg* Df}fcfk ~fcgjb u|fdf hfbg Dukfddfl Wfpgl lfcfd

~odhfkfbgfj jidhix gfcfk |glfe dodfkfdg eij}o~ ~odhfkfbgfj g|u }ojlgxg*

Dojuxu| \ojbeu Pfrfrg hgj \ojbeu Pfgjfc# ôj}wfxfk lfxg~flf Dfe|fh

ôxbuxufj Hf|u Xfeg|# Eufcf \oxojbbfju lfcfd ef g̀fj ~ojwocglgefj hox|fùe

Eoafkfdfj Eij}o~ lfcfd Df|odf|ge dojwf|fefj hfkfrf ~ojbf`fxfj df|odf|ge

docghf|efj ~odhgjffj eij}o~ lg}fd~gjb ~ojbuf}ffj eodfkgxfj lfj ~ojwoco}fgfj

df}fcfk* Eou~fwffj dodhuf| bojoxfcg}f}g flfcfk |fkf~ eoafkfdfj wfjb ~fcgjb

lgeokojlfeg lfcfd ~ojlglgefj Df|odf|ge* Eij}o~}g gjg doxu~fefj }f|u ~oxuhfkfj

ho}fx lfxg~flf ~odhocf`fxfj df|odf|ge }ohfbfg kgd~ujfj afe|f lfj ~xi}olux wfjb

|ox|oj|u eo~flf ~odhocf`fxfj df|odf|ge }ohfbfg ~odhgjffj }egd$}egd |gjlfefj

lfj i~oxf}g wfjb |ox|oj|u +Jge Fpg} 6771'



Eij}o~ lfcfd df|odf|ge hoxuhfk$uhfk dojbgeu| }g|uf}g lfj

eijlg}gjwf wfjb |ox|oj|u* Eij}o~ lgf`fx lfj lgeodhfjbefj dojbgeu| ~oxeodhfjbfjeibjg|ga ~ocf`fx* Mij|ik lg hfrfk hicok dojbkuxfgefj ho|f~f ~oj|gjbjwf ~odhgjffj

eij}o~ lfj ~oxefg|fj lojbfj df}fcfk Dukfddfl Wfpgl*

Hoxlf}fxefj mij|ik lg f|f}#rfcfu~uj `frf~fjjwf }fdf |o|f~g gfjwf

dod~ujwfg eij}o~ wfjb hoxhopf*

Lfcfd mij|ik +f'# lfxfh dorfegcg eij}o~ }ohfbfg }ohfkfbgfj lfxg~flf gfg|u #flf <

ihòe lfcfd eud~ucfj#eodulgfj lgfdhgc }o~fxuk lfxg~flfjwf *Kf}gcjwf gfcfk 8

Lfcfd mij|ik+h'#lfxfh dorfegcg eij}o~ ~ojfdhfkfj hoxucfjb #gfg|u flf < efcg }f|u

~oxluf f|fu }f|u ~oxluf lg|fdhfk }ohfjwfe < efcg

6

+f' * $ { < 4

8

8

6

+h'* < { ”

4 8

8



Lfxg~flf ~ojoxfjbfj hoxefg|fj eij}o~ lg f|f}# lf~f|cfk lghuf| ~oxefg|fj

lojbfj df}fcfk Df|odf|ge wfjb lgkflf~g icok Dukfddfl Wfpgl hfbg i~oxf}g

~odhfkfbgfj gfcfk |glfe dodfkfdg eij}o~ ~odhfkfbgfj* Fj|fxf lf~f|fj lfxg~flf

~odoxkf|gfj |glfe aixdfc lfj u`gfj }fxgjbfj wfjb lghuf| dojlf~f|g hfkfrf |oxlf~f|

hohoxf~f eocodfkfj Dukfddfl Wfpgl hoxefg|fj lojbfj eij}o~ ~odhfkfbgfj 0

6* \glfe afkfd f~f g|u hfkfbg*

8* \glfe afkfd dojbf~f ~oxcu flf hfkfbg*

=* \glfe |fku doj`frfh }ifcfj hfkfbg*

<* \glfe |fku f~f i~oxf}g wfjb lgbujfefj uj|ue dodhfkfbg*

?* \glfe lf~f| dojbf~cgef}gefj eodfkgxfj ~ojlfxfhfj lojbfj i~oxf}g

~odhfkfbgfj*

1* \glfe lf~f| dojbf~cgef}gefj eodfkgxfj hfkfbg lfcfd df}fcfk kfxgfj*

Icok g|u }uf|u ~ojloef|fj ~ojbf`fxfj lfj ~odhocf`fxfj Df|odf|ge ~oxcu

eku}u} huf| Dukfddfl Wfpgl hfbg dojbf|f}g df}fcfk wfjb lgkflf~gjwf*



<*> ôjloef|fj ̂ ojbf`fxfj lfj ̂ odhocf`fxfj

]o|ocfk dojbfdhgc egxf df}fcfk wfjb lgkflf~g icok Dukfddfl Wfpgl# dfef

~ojloef|fj ~ojbf`fxfj lfj ~odhocf`fxfj wfjb }o}ufg lgbujfefj gfcfk ôjloef|fj

Eij}|xue|gqg}*

Dojuxu| Jixfgjg + 8>>? '# ~ojloef|fj eij}|xue|gqg}do dojobf}efj

~odhocf`fxfj df|odf|ge dodhfhg|efj ~odhgjffj }egd wfjb hfxu f|fu

~ojbuhfk}ufgfj |oxkflf~ }egd wfjb }olgf flf hoxf}f}efj ~ojbfcfdfj* Df|odf|ge

kfjwf ruùl lg lfcfd doj|fc }o}oixfjb duxgl lfj huefjjwf ruùl }omfxf }oducf

`flg lg ~ox}oeg|fxfj lfj ~ojbo|fkufj df|odf|ge |glfe hicok lg~gjlfkefj lfxg buxu eo

duxgl* Gjg flfcfk eoxfjf df|odf|ge kfjwf dod~ujwfg dfejf f~fhgcf gfjwf lg}olfxg

icok duxgl |ox}ohu|*

]o~ox|g wfjb lgmflfjbefj icok ^gfbo| ( uj|ue dodfkfdg ~oxcu flf xoeffj $$$

(|i ujlox}|fjl g} |i gjqoj| ( +Efdgg# 67;?'* ôjbo|fkufj Df|odf|ge aixdfc |glfe hicok

lg~fe}f eo f|f} efjfe$efjfe |o|f~g ~oxcu lg~ox}odhfkefj eo~flf efjfe$efjfe

l c h | e c e e e e g| g | | ` lg



]omfxf xgjbef}jwf# duxgl ~oxcu dodhgjf }o}uf|u ~ojbo|fkufj dojbgeu|

~ojbfcfdfj df}gjb$df}gjb* ôdhocf`fxfj flfcfk kf}gc u}fkf duxgl g|u }ojlgxg lfjbuxu kfjwf hox~oxfjfj }ohfbfg ~odhgdhgjb }fkf`f*

Diloc ~ojbf`fxfj wfjb lg~gcgk docfcug ~ojloef|fj eij}|xge|gqg}do gfcfk Diloc

ôjbf`fxfj Gj|oxfe|ga* Docfcug diloc ~ojbf`fxfj gjg ~ojoefjfj |oj|fjb ~oxfjfj buxu

wfejg ~oxcu cohgk }oj}g|ga eo~flf glof lfj ~ox}ifcfj duxgl* ôjloef|fj gjg ùbf

~ox}ifcfj lfj dojmflfjbefj ~ojoxfjbfj wfjb dujf}fhfk*

ôdgcgkfj ~ojloef|fj gjg flfcfk hox}o}ufgfj lojbfj df}fcfk wfjb lgkflf~g

icok Dukfddfl Wfpgl* Df}fcfk Df|odf|ge wfjb lgkflf~g icok Dukfdfl Wfpgl

dodoxcuefj ~ojloef|fj wfjb dodhoxg eo}fj eo~flf lgxgjwf }ojlgxg wfjb dfjf lgf

lf~f| dojbf~cgef}gefj glof hfxu lfcfd eij|oe} wfjb hoxhopf uj|ue dojbueukefj

eoafkfdfj* ]ogxgjb lojbfj ~ojloef|fj eij}|xue|gqg}do wfjb dodoxcuefj duxgl

dodhgjf eoafkfdfj }ojlgxg wfjb lg~ox}odhfkefj eo~flfjwf lojbfj

dojbbujfefj ~ojbfcfdfj lfj ~ojbo|fkufj co~f} wfjb flf~|f}gefj icokjwf# dfef

df}fcfk wfjb lgkflf~g Dukfddfl Wfpgl dodoxcuefj lgf ~oxcu eo~flf ~odhgjffj

eij}o~ }ojlgxg docfcug ~ojbfcfdfj co~f}* ôdfkfdfj |oxkflf~ eij}o~



?*> Fe|gqg|g Gj|oxqoj}g Eku}u}

]o|ocfk dojbojfc~f}|g eocodfkfj wfjb flf ~flf Dukfddfl Wfpgl#

hohoxf~f fe|gqg|g gj|oxqoj}g |ocfk lghuf|* Fe|gqg|g gj|oxqoj}g lghuf| hoxlf}fxefj

eocodfkfj wfjb lgeo}fj lfcfd df}fcfk ~odhfkfbgfj* Fe|gqg|g gj|oxqoj}g

lgcfe}fjfefj hox}o}ufgfj lojbfj ~ojloef|fj eij}|xue|gqg}do wfjb lg~gcgk lfcfd

dojbf|f}g df}fcfk Dukfddfl Wfpgl gjg* Fe|gqg|g gj|oxqoj}g eku}u} wfjb |ocfk

lgcfe}fjfefj flfcfk }o~ox|g hoxgeu| 0

?*6 ôdhgjffj Eij}o~ Df|odf|ge

ôdhgjffj eij}o~ ~odhfkfbgfj |oxcohgk lfkucu hfbg dodhoxg ~odfkfdfj eo~flf

Dukfddfl Wfpgl* ôjoefjfj |oxxcohgk lfkucu lghoxg lfcfd eokglu~fj }okfxgfj

gfg|u eij}o~ hfkfbg flfcfk docghf|efj ~ojbud~ucfj lfj ~ojbijb}gfj *

ôjbud~ucfj hoxdfe}ul dojbud~ucefj |oxcohgk lfkucu ihòe wfjb kojlfe lg

hfkfbg }o~ox|g dojbud~uc ihòe eijexg| }o~ox|g bucg# hufk bo|fk# hicf eomgc# hg`g }fbf

lfj }ohfbfgjwf*

^ g h e l h k ge h` e | h | | e lge g



?*8 Gj|oxfe}g Buxu ” Duxgl

f* Hfkfbg }ohfxfjb jidhix eo~flf }f|u lgbg|# luf lgbg| lfj bfjlffj 6> lfj 6>>

Buxu hoxgj|oxfe}g lojbfj Dukfddfl Wfpgl uj|ue dojbodhfjbefj glof* Buxu

dojbf`fx Dukfddfl Wfpgl hoj|ue cfpgd wfjb ~oxcu lgbujfefj }odf}f doj`frfh

}ifcfj hfkfbg* Gjg lghoxg ~ojoefjfj eoxfjf eocodfkfj lgeo}fj }odf}f lgf

doj`frfh }ifcfj hfkfbg hfbg _`gfj ^xibxo}ga gfg|u }ifcfj 6? lfj 61 + Xuùe }ifcfj

~flf cfd~gxfj '

Mij|ik 0

;?> ò 8 4 ;?>

Buxu dojòcf}efj hfkfrf hoj|ue cfpgd hoxeojffj kfxu} lgbujfefj }o|gf~ efcgkojlfe doj`frfh }ifcfj hfkfbg*

Hfbg doj`frfh }ifcfj ~odhfkfbgfj }ohfxfjb jidhix eo~flf bfjlffj 6> lfj 6>>

lg}fd~gjb dojuefxefj eo hoj|ue cfpgd# efolfk dojbboxfeefj |g|ge ~ox~ucukfj

~flf jidhix wfjb kojlfe lghfkfbg dojbgeu| hoxf~f hgcfjbfj jidhix > f|fu }gafx

l h l



h* ôjbbujffj efolfk fc|oxjf|ga uj|ue dojbf|f}g eocodfkfj }gagx

ôxhgjmfjbfj }ohocud gjg dojujùeefj hfkfrf Dukfddfl Wfpgl fdf| codfk

lfcfd }gagx* Df}fcfk }gagx dojwohfhefj lgf |glfe lf~f| doj`frfh }ifcfj hfkfbg

|oxu|fdf wfjb docghf|efj hfkfbg }ohfxfjb jidhix eo~flf cohgk lfxg~flf luf lgbg|*

Dfef gj|oxqoj}g wfjb lgcfe}fjfefj gfcfk dojbf`fx efolfk fc|oxjf|ga uj|ue dojbf|f}g

df}fcfk codfk lfcfd }gagx*

Mij|ik efolfk fc|oxjf|ga wfjb lgf`fx eo~flf Dukfddfl Wfpgl*

2 >;< ò 6<

C6 0 ôxcu dodhgjf }gagx 6< uj|ue dodulfkefj ~xi}o} ~odhfkfbgfj * ]gagx wfjblghgjf kojlfecfk lghgjf lfcfd hoj|ue `flufc }o~ox|g hoxgeu| 0

C8 0 Cojbef~efj }gagx |ox}ohu| lojbfj dojfdhfk fjbef lg hfxg} hfrfk lojbfjjidhix 6< * Hoxkf|g $ kf|g }odf}f docfe}fjfefj ~xi}o} ~ojfdhfkfj gjg* ]ohfxfjb

e gc e ` ` e e c k h k g



C< 0 ôxkf|gefj `flufc }gagx * Cgkf| hfxg} hfrfk }fkf`f +wfjb lghucf|efj' * Mfxg fjbef2> * Hucf|efj }o~ox|g xf`fk hoxgeu| *

C? 0 \ucg}efj eolu$luf fjbef ? lfj 2> lg |od~f| df}gjb$df}gjb * Jidhix ? lg f|f}lfj 2> lg xufjbfj hfrfk }o~ox|g lfcfd xf`fk hoxgeu| 0



C2 0 Mfxg fjbef ; lg `flufc }gagx * @gef fjbef g|u |gflf # bujfefj jidhix wfjb cohgkeomgc lfj kfd~gx *Lfcfd mij|ik gjg eg|f bujfefj fjbef >*

C; 0 _cfjb cfjbefk }ohocudjwf }okgjbbf }oduf fjbef |ocfk lg|uxujefj *



?*= ôxdf}fcfkfj Kfxgfj ̂ odhfkfbgfj

Hohoxf~f }gxg df}fcfk kfxgfj wfjb lghgjmfjb }omfxf cg}fj lfj dodgjlfkefj eo

lfcfd hoj|ue fwf| lfj dojmfxg `frf~fj lojbfj dojuefx ~oxdf}fcfkfj hoxeojffj

eo efolfk f|fu mfxf ~ojwoco}fgfj wfjb |ocfk lghuf| ~flf fe|gqg|g gj|oxqoj}g

|oxlfkucu*

Mij|ik Df}fcfk Kfxgfj 6

Ghu dodhocg 8> hg`g hufk o~fc uj|ue lghoxg eo~flf efrfj$efrfj }oxfdfg ? ixfjb lg

eocf} |fdhfkfj* Hoxf~fefk hg`g hufk o~fc }oixfjb fefj lf~f| 9

Bujf efolfk hoj|ue cfpgd

Mij|ik Df}fcfk Kfxgfj 8

Mgebu Fcg kojlfe dojbolfxefj 6?> hg`g bucg eo~flf 6> ixfjb duxgl$duxgljwf lg

eocf} ~oducgkfj uj|ue lg`flgefj ~odhgcfjb* Hoxf~fefk hg`g bucg }oixfjb fefj lf~f| 9



6*> Xfjmfjbfj ̂ ojbf`fxfj Df|odf|ge \fkuj ?

\fxgek 0 62 Dfm 8>>;

Kfxg 0 G}jgj

Df}f 0 G ̀fd + 2*<> ” ;*<> ~d '

\fkuj 0 ? Mod~fef

Hgcfjbfj

duxgl 0 ; ixfjb

Hglfjb 0 ôdhfkfbgfj

\fùe 0 ôdhfkfbgfj Jidhix }okgjbbf 6>> >>>

Ihòe|ga 0 Lgfekgx ~odhocf`fxfj gjg duxgl fefj lf~f| 0

6* Dodhfkfbg od~f| lgbg| jidhix lojbfj }f|u lgbg| jidhix 8* Dodhfkfbg od~f| lgbg| jidhix lojbfj jidhix bfjlffj 6>#6>> lfj 6>>>

=* Dodhfkfbg od~f| lgbg| jidhix lojbfj luf lgbg| jidhix

<* Dojwoco}fgefj df}fcfk kfxgfj

ôjbo|fkufj

]olgf Flf 0 $ Duxgl }ulfk |fku ~oxhopffj fj|fxf ~ojfdhfkfj#~ojicfefj lfj ~odhfkfbgfj

ôjoxf~fj

Jgcfg Duxjg $ Hox}wueux eo~flf \ukfj# moxdf| lfj |ocg|g }odf}f dodhuf| ~ojbgxffjHfkfj Hfj|u

Dojbf`fx $ fcf| ~odhgcfjb + bucg# hg̀ g }fbf# '

EHEE $ Dojbojfc~f}|g }gdhic hfkfbg# dodhuf| ~ojoxieffj# dodhuf| eo}gd~ucfj



Cfjbefk)Df}fEfjlujbfj

^ ! ^ ) G}g

ôcf`fxfj

Fe|gqg|g ^ ! ̂

Fcf| ) HfkfjBuxu Duxgl

]o| Gjlue}g

+ ? dgjg| '

Xoacoe}g eo~flf

i~oxf}g hfkfbg

6* Buxu hoxmoxg|f |oj|fjb ~ojbfcfdfj

dojbu|g~ hufk luxgfj lg lu}uj }odf}fhfcge efd~ujb

8* Buxu dojwf|fefj lf~f| dojbu|g~ 8< hg̀ ghufk luxgfj wfjb fefj lghfkfbgefjeo~flf < ixfjb flge hoxflge*

=* Buxu dodhoxg ~ox}ifcfj uj|ue muhf lg `frfh icok duxgl

$ Hoxf~f hg̀ g hufk luxgfj }oixfjb fefjlf~f| 9

6* Duxgl dojlojbf buxu lojbfj ~ojuk dgjf|*

8* Duxgl muhf doj`frfh }ifcfj buxu lojbfj

dojbf~cgef}g fcf| ~odhgcfjb gfg|u 8< hg`g bucg lfj

lghfkfbgefj eo~flf od~f| ixfjb lg efcfjbfj

doxoef*

=* Od~f| ixfjb duxgl wfjb dojoxgdf bucg fefj

dojbgxf bucg wfjb lg|oxgdf lfj dodhoxg ̀ frf~fj*

Bucg

Cfjbefk 6

+ ? dgjg| '

Dodfkfdg

eij}o~

~odhfkfbgfj

6* Buxu dojuj̀ ueefj }f|u hujbeu} bucf$bucf

e~l dxl*

8* Buxu dojbgxf <; hg g̀ bucf lfj dgj|f duxgl

hoxeijb}g bucf$bucf |ox}ohu }fdf hfjwfe*

=* Buxu dojbucf} ̀ frf~fj dxl lfj dodhoxg

~ojoxfjbfj hfkfrf ~odhfkfbgfj docghf|efj

~ojbud~ucfj + ~ojbud~ucfj bucf$bucf ' lfj

~oxeijb}gfj + bucf$bucf lghfkfbg }fdf xf|f '

6* Duxgl dojoxgdf bucf$bucf lx~l buxu lfjdodhfkfbg }fdf xf|f*

8* Duxgl dodhoxg `frf~fj }oixfjb fefjdojoxgdf 1 hg`g bucf$bucf

Bucf$bucf




^ ! ^ ) G}g

ôcf`fxfj

Fe|gqg|g ^ ! ̂


Cfjbefk 8

+ 6? dgjg| '

ôjbodhfjbfj

Eij}o~

6* Buxu dojbud~uc }oducf bucf$bucf ~l dxllfj dojmfd~ux }oducf eo lcd hujbeu}fj*

8* Buxu dojwoxfkefj hujbeu}fj bucf$bucfeo~flf dxl lfj dodgj|f lghfkfbgefj }fdfxf|f*

=* Buxu dodgj|f dxl doj̀ frfh ̀ udcfkeo}oduf bucf$bucf*

<* Buxu dojoxfjbefj cohgk cfj̀u| eij}o~ hfkfbglfj dojuefx df}fcfk ~odhfkfbgfj bucf$bucf |flg eo hoj|ue jidhix

f* <; ò ; 4 1h* ?2 ò ; 4 7 hfeg =

?* Buxu dodhoxg|fku ~odhfkfbgfj bucf$bucf|flg hicok lg~oxdulfkefj mfxf ~odhfkfbgfjlojbfj dojbgxf eo}oduf bucf$bucf# dojuefx eo~flf hoj|ue jidhix# dojuefx eo hoj|uecfpgd lfj dodhuf| ~ojbgxffj* \glfe ~oxculghfkfbg mfxf |xflg}gijfc }o~ox|g ‛ }f|u uj|ueefu# }f|u uj|ue feu‗ }~| lfcfd eg}fk Fcg HfhfHu`fjb Cf~ue*

6* Dxl dodhfkfbgefj bucf$bucf }fdf xf|f wfjb

dfjf }o|gf~ duxgl dojlf~f| 7 hg`g bucf$bucf

lfj dojlf~f|g = hg`g cohgkfj wfjb |glfe l~|lghfkfbgefj*

8* Dxl doj`frfh |oxl~| ?2 hg`g bucf$bucf

eo}odufjwf*

=* Dxl dojlojbfx ~ojoxfjbfj buxu lfj fefj

muhf f~cgef}gefj lfcfd eokglu~fj }okfxgfj

doxoef*

Bucf$bucf




^ ! ^ ) G}g

ôcf`fxfj

Fe|gqg|g ^ ! ̂


Cfjbefk =

+ 6> dgjg| '

Gj|oxfe}g Buxu $

Dxl

6* Buxu dodhoxg ~ojoxfjbfj cfjù|hoxeojffj mfxf i~oxf}g wfjb ~oxcu lgbujf

}odf}f kojlfe dodhuf| i~oxf}g hfkfbg*Hfkfbg }ohfxfjb jidhix eo~flf }f|u lgbg|#luf lgbg| lfj bfjlffj 6> lfj 6>>*

$ Hfkfbg od~f| lgbg| jidhix lbj}f|u lgbg| bujf hoj|ue cfpgd

$ Hfkfbg od~f| lgbg| jidhix lbjjidhix bfjlffj 6> lfj 6>> bujfefolfk boxfe |g|ge ~ox~ucukfj

6* Dxl dojlojbfx ~ojoxfjbfj buxu*

8* Dxl dojbf~cgef}gefj glof lojbfj dodhuf|

~ojoxieffj |oxkflf~ ~ochfbfg hoj|ue }ifcfjwfjb lghoxg buxu*

Efl jidhix



Documents

Masalah Matematik Murid Khas